HCC-XII: Numerical Methods Lab (Practical)

Master the art of solving mathematical problems using computational methods.

About the course

NUMERICAL METHODS LAB (PRACTICAL)


1. Solution of transcendental and algebraic equations by
a) Bisection method
b) Newton Raphson method (for simple root).
c) Secant method.
d) Regula Falsi method.


2. Solution of system of linear equations
a) Gaussian elimination method
b) Gauss-Jacobi method
c) Gauss-Seidel method


3. Interpolation
a) Lagrange Interpolation
b) Newton Forword and Backward Interpolation


4. Numerical Integration
a) Trapezoidal Rule
b) Simpson’s one third rule
c) Weddle’s Rule
d) Gauss Quadrature


5. Solution of ordinary differential equations
a) Euler method
b) Modified Euler method
c) Runge-Kutta method (4th order only)

Syllabus

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